According to the generally question for conditional probability if P(AnB) = 5/7 and P(B) = 7/8 what is P(A|B)?
1 answer:
Hi! P(A|B) means the probability A will happen given B has happened. P(AnB) is the probability both will happen, and P(B) is the probability B will happen. You can figure out a formula from that, but here's the generally accepted one: P(A|B) = P(AnB) / P(B) P(AnB) = 5/7 P(B) = 7/8 Substitute values in: P(A|B) = 5/7 / 7/8 P(A|B) = 5/7 * 8/7 P(A|B) = 40/49
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